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ASQ CSSBB Exam - Topic 8 Question 125 Discussion

Posted by Inocencia on May 02, 2026 at 05:41 AM

SCENARIO

A Six Sigma team is measuring the moisture content of corn starch as it leaves the conveyer belt of a dryer. They collect one sample four cups of starch at times indicated in the chart at fixed locations labeled A, B, C, and D across the end of the belt. See the diagram below.

Find the equation of the regression line for these sample data points:

(1, 7) (3, 3) ( 3, 2) (5, --1)

Suggested Answer: D

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24 comments · newest first
EL
Elly 2 days ago
I think A looks good.
TA
Tabetha 7 days ago
This question is tricky.
LA
Latrice 12 days ago
Let’s hope we get it right!
AL
Alline 17 days ago
I feel like A is the best fit overall.
TE
Terrilyn 23 days ago
D seems too flat for this scenario.
ST
Stanton 28 days ago
I’m stuck between A and D.
CO
Cora 1 month ago
True, but it fits the trend.
LA
Latrice 1 month ago
But C starts too high, doesn’t it?
AL
Alline 1 month ago
C has a strong negative slope too.
CO
Cora 2 months ago
I’m leaning towards C.
PA
Pansy 2 months ago
The slope seems reasonable for decreasing moisture.
TE
Terrilyn 2 months ago
Why A?
PA
Pansy 2 months ago
I think option A looks good.
LA
Latrice 2 months ago
I agree, the data points are confusing.
ST
Stanton 2 months ago
This question is tricky.
VI
Vivienne 3 months ago
Is there a reason for the duplicate x-value at 3?
LE
Leota 3 months ago
Totally with you, Carin! A seems to fit best.
LO
Louann 3 months ago
Wait, how can moisture content be negative?
CA
Carin 3 months ago
I think option A looks right!
GE
German 3 months ago
The points are (1, 7), (3, 3), (3, 2), (5, -1).
AD
Adelina 4 months ago
I feel like I need to double-check my calculations for the slope and intercept. I hope I remember the right steps from our last review session!
ER
Erin 5 months ago
This reminds me of a similar question we did in class where we had to find the best fit line. I think I might lean towards option A, but I'm not completely confident.
NO
Nobuko 5 months ago
I think the equation should be in the form y = mx + b, but I can't recall how to calculate the slope correctly for these points.
CH
Cheryll 5 months ago
I remember we practiced finding regression lines, but I'm not sure how to handle the negative value in the data set.
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